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A deep adaptive cycle generative adversarial neural network for inverse estimation of groundwater contaminated source and model parameter
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  • Zidong Pan,
  • Wenxi Lu,
  • Yaning Xu,
  • Chengming Luo,
  • Yukun Bai
Zidong Pan
Jilin University
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Wenxi Lu
Jilin University

Corresponding Author:[email protected]

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Yaning Xu
Jilin University
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Chengming Luo
Jilin University
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Yukun Bai
Jilin University
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Abstract

In light of the challenges posed by groundwater contamination and the urgent need for accurate and efficient groundwater contaminated source estimation (GCSE), the present study proposes a novel approach for GCSE using a deep adaptive cycle generative adversarial neural network (DA-CGAN). Given the equifinality from different parameters (EFDP) often associated with GCSE, we leveraged a bidirectional adversarial training pattern involving a forward process and a recovery process to supervise the inverse mapping relationship. Once trained, the forward process can be utilized to provide estimation for GSCE. This bidirectional-training strategy mitigates EFDP, thereby effectively enhancing the reliability of GCSE. Moreover, the performance of DA-CGAN is closely related to the quality of the training samples. To address this, we introduced a significant enhancement through an adaptive sampling strategy. This substantially improves the quality of training samples and consequently increases the accuracy of the GCSE. Furthermore, the inherent data-driven attribute of the deep cycle GAN considerably reduces computational costs when conducting GCSE. The research unfolds in the contexts of both hypothetical and real-world scenarios, with the goal of providing an efficient, precise, and cost-effective solution for GCSE. The results demonstrate that the DA-CGAN, an innovative model in the hydrogeological domain, exhibits superior performance in both estimation accuracy (Average Relative Error (ARE) of 4.91% and R of 0.998) and computational efficiency (0.17 seconds per run). This is particularly notable when compared with typical inverse methods such as the genetic algorithm (GA) and the ensemble kalman filter (ENKF).
03 Aug 2023Submitted to ESS Open Archive
03 Aug 2023Published in ESS Open Archive